ON THE COMPUTATION OF INERTIAL MANIFOLDS Academic Article uri icon

abstract

  • A modified Galerkin (the "Euler-Galerkin") algorithmj for the computational of inertial manifolds is described and applied to reaction diffusion and the Kuramoto-Sivashinsky (KS) equation. In the context of the (KS) equation, a low-dimensional Euler-Galerkin approximation (n = 3) is distinctly superior to the traditional Galerkin of the same dimension, and comparable to a traditional Galerkin of a much higher dimension (n = 16). 1988.

published proceedings

  • PHYSICS LETTERS A

altmetric score

  • 3

author list (cited authors)

  • FOIAS, C., JOLLY, M. S., KEVREKIDIS, I. G., SELL, G. R., & TITI, E. S.

citation count

  • 206

complete list of authors

  • FOIAS, C||JOLLY, MS||KEVREKIDIS, IG||SELL, GR||TITI, ES

publication date

  • September 1988